Final answer:
The final temperature of the solution was a minimum of 55°F and a maximum of 71°F, resulting from either a decrease or increase of 8°F from the starting temperature of 63°F.
Step-by-step explanation:
The question revolves around the concept of temperature change over time within the field of Mathematics. Given that a solution starts at 63°F and changes by 8°F over 6 hours, to find the final temperature, you simply need to consider both the potential increase and decrease scenarios. If the temperature increases by 8°F, the final temperature would be: 63°F + 8°F = 71°F
This would be the maximum final temperature. Conversely, if the temperature decreases by 8°F, the final temperature would be 63°F - 8°F = 55°F. This would be the minimum final temperature of the solution. So, the final temperature of the solution was a minimum of 55°F and a maximum of 71°F.